1.     Wei, G., Q. Zheng, Z. Chen, and K. Xia. 2012. Variational Multiscale Models for Charge Transport. SIAM Review 54:699-754.

2.     Hyon, Y., J. E. Fonseca, B. Eisenberg, and C. Liu. 2012. Energy variational approach to study charge inversion (layering) near charged walls. Discrete and Continuous Dynamical Systems Series B (DCDS-B)  17:2725 - 2743.

3.     Horng, T.-L., T.-C. Lin, C. Liu, and B. Eisenberg. 2012. PNP Equations with Steric Effects: A Model of Ion Flow through Channels. The Journal of Physical Chemistry B 116:11422-11441.

4.     Boda, D. and D. Gillespie. 2012. Steady-State Electrodiffusion from the Nernst–Planck Equation Coupled to Local Equilibrium Monte Carlo Simulations. Journal of Chemical Theory and Computation 8:824-829.

5.     Zhou, S., Z. Wang, and B. Li. 2011. Mean-field description of ionic size effects with nonuniform ionic sizes: A numerical approach. Physical Review E 84:021901.

6.     Zheng, Q. and G.-W. Wei. 2011. Poisson--Boltzmann--Nernst--Planck model. The Journal of chemical physics 134:194101-194117.

7.     Zheng, Q., D. Chen, and G.-W. Wei. 2011. Second-order Poisson Nernst-Planck solver for ion channel transport. Journal of Computational Physics 230:5239-5262.

8.     Ristinmaa, M., N. S. Ottosen, and B. Johannesson. 2011. Mixture theory for a thermoelasto-plastic porous solid considering fluid flow and internal mass exchange. International Journal of Engineering Science 49:1185-1203.

9.     Hyon, Y., B. Eisenberg, and C. Liu. 2011. A Mathematical Model for the Hard Sphere Repulsion in Ionic Solutions. Communications in Mathematical Sciences 9:459–475  also available as preprint# 2318  (IMA, University of Minnesota, Minneapolis) http://www.ima.umn.edu/preprints/jun2010/jun2010.html, 2010.

10.     Hosokawa, Y., K. Yamada, B. Johannesson, and L.-O. Nilsson. 2011. Development of a multi-species mass transport model for concrete with account to thermodynamic phase equilibriums. Materials and Structures (2011) 44:1577–1592 44:1577–1592.

11.     Johannesson, B. 2010. Development of a Generalized Version of the Poisson– Nernst–Planck Equations Using the Hybrid Mixture Theory: Presentation of 2D Numerical Examples. Transport in Porous Media 85:565-592.

12.     Eisenberg, B., Y. Hyon, and C. Liu. 2010. Energy Variational Analysis EnVarA of Ions in Water and Channels: Field Theory for Primitive Models of Complex Ionic Fluids. Journal of Chemical Physics 133:104104 

13.     Li, B. 2009. Continuum electrostatics for ionic solutions with non-uniform ionic sizes. Nonlinearity 22:811.

13.  Zhou, S., Z. Wang, and B. Li. 2011. Mean-field description of ionic size effects with nonuniform ionic sizes: A numerical approach. Physical Review E 84:021901.